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DESC0024752

Project Grant

Overview

Grant Description
Leveraging compadre and mfem in geometrically versatile numerical methods
Place of Performance
Peralta, New Mexico 87042-8858 United States
Geographic Scope
Single Zip Code
Related Opportunity
None
Aperi Computational Mechanics Consulting was awarded Project Grant DESC0024752 worth $205,926 from the Office of Science in February 2024 with work to be completed primarily in Peralta New Mexico United States. The grant has a duration of 1 year and was awarded through assistance program 81.049 Office of Science Financial Assistance Program.

SBIR Details

Research Type
SBIR Phase I
Title
C57-01b Leveraging Compadre and MFEM in Geometrically Versatile Numerical Methods
Abstract
Crea&ng lithium-ion ba2eries with enhanced crash resistance, guaranteeing the structural integrity of nuclear energy plants against seismic events, and hardening solar panels for hail impact all exemplify the indispensable role of dynamic structural analysis. However, this ?eld grapples with a signi?cant challengeŚthe labor-intensive and resource-consuming process required to develop high-?delity analysis models. Shockingly, preparing these simula&ons can devour up to 75% of the analysis budget, incurring substan&al costs for the government and industry. Addressing this challenge is paramount, calling for more e?cient and cost-e?ec&ve simula&on development methods. This proposal aims to tackle this challenge head-on by craKing a geometrically versa&le numerical method designed to automate the presently laborious process. The envisioned method, drawing inspira&on from polyhedral ?nite element and meshfree techniques, o?ers an approach that doesn't demand user exper&se for meaningful results. To fully unleash the poten&al of this innova&on, advanced scien&?c libraries will be used to provide a high-performance compu&ng framework that is ready for heterogeneous environments. In Phase I, the project will culminate in the demonstra&on of complete simula&on automa&on poten&al with this method. Leveraging exis&ng advanced scien&?c libraries will be instrumental in the implementa&on of the method. A toolkit that provides performance portable solu&ons for evalua&ng generalized moving least squares func&ons will play a pivotal role, as will a toolbox for high- performance, scalable ?nite element discre&za&on research and applica&on development. E?ciency, robustness, and accuracy of the developed method will be rigorously assessed with comparison to the standard ?nite element method across a set of exemplary cases. The impact of this project will ?rst materialize in the realms of aerospace, automo&ve, defense, and energy industries, where dynamic structural analyses are pervasive. The resultant &me and cost savings will empower engineers to op&mize designs, enhancing safety, e?ciency, and sustainability. Subsequently, the library of geometrically versa&le numerical methods will expand, encompassing an array of computa&onal mechanics analyses, including sta&c, thermal, and mul&-physics simula&ons. This expansion will help facilitate the design of novel engineering materials, bolster capabili&es to address cri&cal challenges like energy security, advance space explora&on, and elevate safety standards and overall quality of life by propelling engineering systems and medical simula&ons to new horizons.
Topic Code
C57-01b
Solicitation Number
DE-FOA-0003110

Status
(Complete)

Last Modified 2/12/24

Period of Performance
2/12/24
Start Date
2/11/25
End Date
100% Complete

Funding Split
$205.9K
Federal Obligation
$0.0
Non-Federal Obligation
$205.9K
Total Obligated
100.0% Federal Funding
0.0% Non-Federal Funding

Activity Timeline

Interactive chart of timeline of amendments to DESC0024752

Additional Detail

Award ID FAIN
DESC0024752
SAI Number
None
Award ID URI
SAI EXEMPT
Awardee Classifications
Small Business
Awarding Office
892430 SC CHICAGO SERVICE CENTER
Funding Office
892401 SCIENCE
Awardee UEI
SEHQTLE77PL6
Awardee CAGE
9H8R5
Performance District
NM-01
Senators
Martin Heinrich
Ben Luján
Modified: 2/12/24